If 10n=a then log10(a)=n, if en=a then
loge(a)=n (e=2.17...). Use this to find the answer to this
question.

What is the log2(16)?

2

4

8

16

5

If 10n=a then log10(a)=n, if en=a then
loge(a)=n (e=2.17...). Use this to find the answer to this
question.

What is the Log3(9)?

2

3

4

5

6

If 10n=a then log10(a)=n, if en=a then
loge(a)=n (e=2.17...). Use this to find the answer to this
question.

What is the Log4(2)?

.5

1

1.5

2

7

Log(2)+Log(3)=

Log(2/3).

Log(6).

Log(3/2).

Log(5).

8

Log(2)-Log(3)=

Log(2/3)

Log(6)

Log(3/2)

Log(1)

9

The Log(35)=

Log(15).

3Log(5)

5Log(3)

None
of the above.

10

What is the speed of sound if the temperature is 10 degrees Celsius?

331
m/s

337
m/s

343
m/s

3x108
m/s

11

If the speed of sound is 350 m/s and the wavelength is 10 cm, what is the
frequency?

35
Hz.

1750
Hz.

3500
Hz.

35000
Hz.

12

On a clear winter day the speed of sound at ground level is

faster
than the speed of sound in the upper air layer.

slower
than the speed of sound in the upper air layer.

the
same as speed of sound in the upper air layer.

13

The intensity level of one sound is 5 dB above another one. The ratio of
the intensity of the first to the second is

1.6/1

3.2/1

5/1

10/1

14

The intensity of one sound is 5 times the intensity of the second. What is
the difference in the intensity level?

.7
dB

5
dB

7
dB

10
dB

15

If you were to inhale a few breaths from a helium gas balloon, you would
probably experience an amusing change in your voice. You would sound like
Donald Duck or Alvin the Chipmunk. What is the cause of this curious
high-pitched effect?

The
helium causes your vocal cords to tighten and vibrate at a higher frequency.

For
a given frequency of vibration of your vocal cords, the wavelength of sound
is less in helium than it is in air.

Your
voice box is resonating at the second harmonic, rather than at the
fundamental frequency.

Low
frequencies are absorbed in helium gas, leaving the high frequency components
which result in the high, squeaky sound.

Sound
travels faster in helium than in air at a given temperature.

16

A police car has an 1000 Hz siren. It is traveling at 35 m/s on a day when
the speed of sound through air is 350 m/s. The car approaches and passes an
observer who is standing along the roadside. What change of frequency does
the observer hear?

81
Hz

111
Hz

202
Hz

1111
Hz

17

You are approaching a stationary sound of 1000 Hz at 35 m/s. What is the
change in frequency of the sound as you pass?

100
Hz

90
Hz

110
Hz

200
Hz

18

The wavelengths of the sounds produced by two horns are 6 m and 7 m
respectively. What beat frequency is heard when the horns are sounded on a
day when the velocity of sound is 336 m/s?

53.5

8

4

None
of the above.

19

The wavelengths of the sounds produced by two horns are 6 m and 7 m
respectively. By how much would the temperature have to change for the beat
frequency to be 9 Hz?

78
Co

70
Co

25
Co

The
beat frequency is independent of the temperature.

20

For a sound speed of 350 m/s, what would be the wavelength of a 5000 Hz
sound?

2
cm

3.5
cm

5
cm

7
cm

21

A sound speed of 350 m/s (5000 Hz) is played. Another sound is played
along with this sound and a beat frequency of 5 Hz is heard. What is the
frequency of the new sound?

4998
Hz or 5003 Hz

4997
Hz or 5002 Hz

4995
Hz or 5000 Hz

5000
Hz or 5005 Hz

4995
Hz or 5005 Hz

22

What is the frequency of the second harmonic of a 2 meter long stretched
wire if the wave speed is 171.5 m/s?

42.88

85.75

128.63

171.5

23

A 2 meter long stretched wire has a wave speed of 171.5 m/s. What is the
wavelength of the sound produced by the vibrating wire if the temperature is 20
oC?

1
m

2
m

4
m

8
m

24

What is the frequency of the first overtone of an open organ pipe .52 m
long at an air temperature of 20 oC?

660
Hz

330
Hz

990
Hz

None
of the above.

25

What is the frequency of the 2nd harmonic of a .52 m long closed organ
pipe at a temperature of 20 oC?